{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2 Physical GPUs, 2 Logical GPUs\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "import graphgallery \n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "\n",
    "# Set if memory growth should be enabled for ALL `PhysicalDevice`.\n",
    "graphgallery.set_memory_growth()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'1.6.0+cu101'"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "torch.__version__"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'0.4.0'"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "graphgallery.__version__"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Load the Datasets\n",
    "+ cora\n",
    "+ citeseer\n",
    "+ pubmed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from graphgallery.data import Planetoid\n",
    "\n",
    "# set `verbose=False` to avoid these printed tables\n",
    "data = Planetoid('cora', root=\"~/GraphData/datasets/\", verbose=False)\n",
    "graph = data.graph\n",
    "idx_train, idx_val, idx_test = data.split()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'citeseer', 'cora', 'pubmed'}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.supported_datasets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PyTorch 1.6.0+cu101 Backend"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "graphgallery.set_backend(\"pytorch\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training...\n",
      "200/200 [==============================] - 10s 50ms/step - loss: 0.5578 - acc: 0.8000 - val_loss: 0.6488 - val_acc: 0.8060 - time: 9.9310\n",
      "Testing...\n",
      "1/1 [==============================] - 0s 13ms/step - test_loss: 0.9918 - test_acc: 0.8400 - time: 0.0128\n",
      "Test loss 0.9918, Test accuracy 84.00%\n"
     ]
    }
   ],
   "source": [
    "from graphgallery.nn.models import GAT\n",
    "model = GAT(graph, attr_transform=\"normalize_attr\", device='GPU', seed=123)\n",
    "model.build()\n",
    "# train with validation\n",
    "his = model.train(idx_train, idx_val, verbose=1, epochs=200)\n",
    "# train without validation\n",
    "# his = model.train(idx_train, verbose=1, epochs=200)\n",
    "loss, accuracy = model.test(idx_test)\n",
    "print(f'Test loss {loss:.5}, Test accuracy {accuracy:.2%}')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualization Training "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "with plt.style.context(['science', 'no-latex']):\n",
    "    fig, axes = plt.subplots(1, 2, figsize=(15, 5))\n",
    "    axes[0].plot(his.history['acc'], label='Train accuracy')\n",
    "    axes[0].plot(his.history['val_acc'], label='Val accuracy')\n",
    "    axes[0].legend()\n",
    "    axes[0].set_title('Accuracy')\n",
    "    axes[0].set_xlabel('Epochs')\n",
    "    axes[0].set_ylabel('Accuracy')\n",
    "\n",
    "\n",
    "    axes[1].plot(his.history['loss'], label='Training loss')\n",
    "    axes[1].plot(his.history['val_loss'], label='Validation loss')\n",
    "    axes[1].legend()\n",
    "    axes[1].set_title('Loss')\n",
    "    axes[1].set_xlabel('Epochs')\n",
    "    axes[1].set_ylabel('Loss')\n",
    "    \n",
    "    plt.autoscale(tight=True)\n",
    "    plt.show()    "
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
